{s: "str", d: new(userDefinedString), wantusrstr: "str"},

		// Other errors
		{s: complex(1, 2), d: &scanstr, wanterr: `unsupported Scan, storing driver.Value type complex128 into type *string`},
	}
}

func intPtrValue(intptr any) any {
	return reflect.Indirect(reflect.Indirect(reflect.ValueOf(intptr))).Int()

 *
 * <ul>
 *   <li>{@link #immutableSortedCopy}
 *   <li>{@link #isOrdered} / {@link #isStrictlyOrdered}
 *   <li>{@link #min} / {@link #max}
 * </ul>
 *
 * <h3>Understanding complex orderings</h3>
 *
 * <p>Complex chained orderings like the following example can be challenging to understand.
 *
 * <pre>{@code
 * Ordering<Foo> ordering =
 *     Ordering.natural()
 *         .nullsFirst()

//
//     When AES hardware is available, AES-128-GCM and AES-256-GCM are faster
//     than ChaCha20Poly1305.
//
//     When AES hardware is not available, AES-128-GCM is one or more of: much
//     slower, way more complex, and less safe (because not constant time)
//     than ChaCha20Poly1305.
//
//     We use this list if we think both peers have AES hardware, and
//     cipherSuitesPreferenceOrderNoAES otherwise.
//

				// the register case, we still need the spill slots.
				// TODO: revisit if we remove spill slots.
				//
				// Unfortunately because we can have an arbitrary
				// amount of returns and it would be complex to try and
				// figure out how many of those can get passed in registers,
				// just conservatively assume none of them do.
				framesz := unsafe.Sizeof((any)(nil)) + f.nret
				if framecap < framesz {

work entirely in terms of 3-by-2 division, which is much less useful on modern
hardware than an algorithm using 2-by-1 division. The proofs are a bit too
focused on digit counting and seem needlessly complex, especially compared to
the ones given above.

Burnikel and Ziegler's “Fast Recursive Division” introduced the key insight of
implementing division by an n-digit divisor using recursive calls to division

	// Only JSON paths without the array notation are allowed.
	// Must be a JSON Path under .status or .spec.
	// Must be set to work with HPA.
	// The field pointed by this JSON path must be a string field (not a complex selector struct)
	// which contains a serialized label selector in string form.
	// More info: https://kubernetes.io/docs/tasks/access-kubernetes-api/custom-resources/custom-resource-definitions#scale-subresource

Arguments

An argument is a simple value, denoted by one of the following.

	- A boolean, string, character, integer, floating-point, imaginary
	  or complex constant in Go syntax. These behave like Go's untyped
	  constants. Note that, as in Go, whether a large integer constant
	  overflows when assigned or passed to a function can depend on whether

You can use simple tools like `htop` to see the CPU and RAM used in your server or the amount used by each process. Or you can use more complex monitoring tools, which may be distributed across servers, etc.

## Recap

You have been reading here some of the main concepts that you would probably need to keep in mind when deciding how to deploy your application:

// G, it's possible that DWARF generation hasn't happened yet for F,
// so there is no way to know the offset of a child DIE within F's
// abstract function. Making matters more complex, each inlined
// instance of F may refer to a subset of the original F's variables
// (depending on what happens with optimization, some vars may be
// eliminated).
//

	if i := strings.LastIndex(name, "@"); i >= 0 {
		name = name[:i]
	}

	var s loader.Sym
	var bld *loader.SymbolBuilder
	// Microsoft's PE documentation is contradictory. It says that the symbol's complex type
	// is stored in the pesym.Type most significant byte, but MSVC, LLVM, and mingw store it
	// in the 4 high bits of the less significant byte.
	switch uint8(pesym.Type&0xf0) >> 4 {
	default: